Pseudo-finite homogeneïty and saturation

Journal of Symbolic Logic 64 (4):1689-1699 (1999)
Abstract
When analyzing database query languages a roperty, of theories, the pseudo-finite homogeneity property, has been introduced and applied (cf. [3]). We show that a stable theory has the pseudo-finite homogeneity property just in case its expressive power for finite states is bounded. Moreover, we introduce the corresponding pseudo-finite saturation property and show that a theory fails to have the finite cover property if and only if it has the pseudo-finite saturation property
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DOI 10.2307/2586806
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